Previsioni su deficit, debito pubblico e aiuti europei nel 2021
di Carlo Cottarelli e Giulio Gottardo
26 marzo 2021
La seconda e la terza ondata di Covid-19 hanno peggiorato le prospettive per l’economia italiana e per i conti pubblici nel 2021. La crescita del Pil potrebbe fermarsi al 3,5 per cento e il deficit raggiungere il 10,2 per cento del Pil (175 miliardi), sia a causa dei nuovi ristori (DL Sostegni), sia della ripresa rallentata. Di conseguenza, il debito pubblico sfiorerebbe il 160 per cento del Pil a fine 2021. Fortunatamente, anche quest’anno le istituzioni europee coprirebbero interamente il deficit e assorbirebbero quasi metà del fabbisogno lordo di finanziamento, principalmente grazie agli acquisti di titoli di Stato da parte della BCE.
La nota è stata ripresa da Repubblica in questo articolo del 27 marzo 2021.
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La recrudescenza dell’epidemia, con la seconda e terza ondata, ha provocato un peggioramento delle prospettive di crescita economica per il 2021 rispetto alle previsioni del governo formulate lo scorso settembre, su cui era basata la legge di bilancio. Secondo la Banca d’Italia, quest’anno il Pil reale crescerà soltanto del 3,5 per cento, contro il 6,0 per cento previsto dal governo (Tav. 1). Le stime recenti di altre istituzioni (OCSE, FMI, Commissione UE) confermano una crescita tra il 3,5 e il 4,1 per cento.[1]
L’inasprimento della crisi e delle chiusure ha avuto un impatto negativo anche sui conti pubblici. Anche se nel 2020 il deficit è stato sotto le aspettative (157 miliardi e 9,5 per cento del Pil, contro previsioni tra il 10 e l’11 per cento), le prospettive per il 2021 sono peggiorate. La Legge di Bilancio prevedeva un deficit di 123 miliardi (7,0 per cento del Pil). In seguito, a gennaio era stato approvato uno scostamento di bilancio di 32 miliardi, ora già completamente utilizzato dal DL Sostegni. A questo il Presidente Draghi ha annunciato che si aggiungerà un ulteriore scostamento, che potrebbe essere nell’ordine di 20 miliardi.[2] Quindi, il deficit nel 2021 sarebbe di 175 miliardi (123+32+20). Inoltre, il peggioramento della crescita dal 6,0 al 3,5 per cento potrebbe aumentare ulteriormente il rapporto deficit-Pil a causa delle minori entrate conseguenti. D’altra parte, questo rapporto è stato più basso di circa 1 punto percentuale nel 2020, per maggiori entrate e/o per minori spese rispetto alle previsioni. Ipotizziamo che il minor deficit del 2020 possa compensare la perdita di entrate dovuta al rallentamento in corso. Con un deficit a 175 miliardi, il rapporto deficit-Pil sarebbe del 10,2 percento nel 2021, in leggero aumento rispetto al 2020 (Tav. 1). Questo deficit sarebbe di circa 50 miliardi e 3,2 punti percentuali superiore rispetto alle previsioni della Nota di Aggiornamento al Documento di Economia e Finanza 2020 (NADEF 2020, pubblicata in settembre).[3]
Il rallentamento della crescita e l’aumento del deficit si rifletterebbero anche sul livello del debito pubblico. Questo a fine 2020 aveva raggiunto 2.569 miliardi, cioè il 155,6 per cento del Pil, il livello maggiore dalla prima guerra mondiale, seppur leggermente inferiore alle previsioni. Le stime della NADEF 2020 indicavano che già nel 2021 la crescita del rapporto debito-Pil si sarebbe arrestata grazie alla ripresa. Il mix di minor crescita e maggior deficit si tradurrebbe invece in un aumento del debito a quasi 2.750 miliardi, che corrisponderebbero al 159,6 per cento del Pil (Tav. 1 e Fig. 1).
La buona notizia è però che, come nel 2020, anche nel 2021 il fabbisogno di risorse dello Stato italiano sarà coperto quasi per metà dalle istituzioni europee: su una stima di 539 miliardi tra titoli in scadenza (364 miliardi) e deficit (175 miliardi), le istituzioni europee coprirebbero circa 252 miliardi, circa il 47 per cento. Tra esse, la Banca Centrale Europe (BCE) farebbe ancora la parte del leone, acquistando approssimativamente 230 miliardi di titoli di Stato, di cui si può ipotizzare che oltre 70 miliardi saranno destinati al rinnovo di titoli in scadenza e 160 a nuovi acquisti. Dall’Unione Europea dovrebbero arrivare poi 11 miliardi di prestiti a tassi negativi corrispondenti alle ultime due erogazioni del programma SURE e altri 11 miliardi di prestiti del programma NGEU (Recovery Fund), oltre ai 14 miliardi a fondo perduto che copriranno spese non incluse nel deficit (Tav. 1).[4] Inoltre, nel 2021 come nel 2020, la somma di nuovi acquisti della BCE (160 miliardi) e prestiti SURE e NGEU (22 miliardi) coprirebbe l’intero deficit (175 miliardi).
Grazie al sostegno delle istituzioni europee, nel 2021 la quota di debito pubblico detenuta dai mercati finanziari dovrebbe diminuire dal 120,9 al 115,6 per cento del Pil, contro il 112,0 di fine 2019 (Fig. 1). Di conseguenza, nonostante l’incremento complessivo del debito, l’esposizione dell’Italia verso i mercati finanziari si ridurrebbe, traducendosi, anche grazie alla politica monetaria espansiva, in un minor costo del debito. Di conseguenza, a fine 2021 il 27 per cento circa del debito pubblico italiano sarebbe detenuto dalle istituzioni europee.
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)
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)